research
∙
06/29/2023
Saturating linear sets of minimal rank
Saturating sets are combinatorial objects in projective spaces over fini...
share
research
∙
06/02/2023
Short rank-metric codes and scattered subspaces
By exploiting the connection between scattered 𝔽_q-subspaces of 𝔽_q^m^3 ...
research
∙
11/21/2022
Exceptional scattered sequences
The concept of scattered polynomials is generalized to those of exceptio...
research
∙
09/06/2022
New MRD codes from linear cutting blocking sets
Minimal rank-metric codes or, equivalently, linear cutting blocking sets...
research
∙
04/25/2022
Evasive subspaces, generalized rank weights and near MRD codes
We revisit and extend the connections between 𝔽_q^m-linear rank-metric c...
research
∙
11/22/2020
On cutting blocking sets and their codes
Let PG(r, q) be the r-dimensional projective space over the finite field...
research
∙
11/13/2020
On symmetric and Hermitian rank distance codes
Let M denote the set S_n, q of n × n symmetric matrices with entries in ...
research
∙
11/08/2019
Combining subspace codes
In the context of constant–dimension subspace codes, an important proble...
research
∙
07/18/2019
MRD-codes arising from the trinomial x^q+x^q^3+cx^q^5∈F_q^6[x]
In [10], the existence of F_q-linear MRD-codes of F_q^6× 6, with dimensi...
research
∙
05/27/2019